The equation is: (4/3)Pie r3
The worded equation is: Four thirds Pie multiplied by the radius cubed.
answer 2 Archimedes might have immersed the sphere in a liquid, and measured the volume that was displaced.
It depends on how long the pipe is. 4" diameter is just the 2 dimensional measurement, therefore you would not be able to determine the volume of that pipe.
You would need to know other physical properties to be able to calculate the length. As you would need to know certain properties to be able to calculate the volume, for instance.
You cannot. Volume and weight are two different characteristics and, according to basic dimensional analysis, conversion from one to the other is not valid. If you had the density of the substance, you would be able to convert the volume to mass. But mass is not the same as weight. You would then need information about the strength of gravitational attraction at the location to convert the mass into weight.
If you're able to get around in Calculus, then that derivation is a nice exercise in triple integration with polar coordinates. If not, then you just have to accept the formula after others have derived it. Actually, the formula was known before calculus was invented/discovered. Archimedes used the method of exhaustion to find the formula.
Spherical cylinder? do you even know what these words mean? Sphere, spherical, is something that's round like a bowling/tennis/basketball. Cylinder, cylindrical is somethint that looks like it'd been cut right out of a piece of pipe/tubing.You might as well ask for a circular square.It is possible to calculate the volume of odd geometrical shapes, but you need to be able to describe them exactlyfirst.
A living cell is not a simple geometric shape like a sphere or a cube. What sort of weird cell shape might increase the ratio of surface area to volume Would you be able to test this more complex shape?
If the volume is zero, then there is no volume left in the syringe to measure.
It depends on how long the pipe is. 4" diameter is just the 2 dimensional measurement, therefore you would not be able to determine the volume of that pipe.
I understand the question to mean that when somebody gives you the volume of the sphere (V), you want to be able to find its radius (R). When you have the radius, you calculate the volume with V = 4/3 pi R3, so we'll just solve this equation for R. V = 4/3 pi R3 (3V)/(4 pi) = R3 R (radius) = cube root of [ (3V) / (4 pi) ] R = 0.6203 times the cube root of ( Volume )
La Mara
There is no item. Wait deeper into the game and when you are able to use the sphere, draw an hourglass.
You can see the curveture of the earth from that height, you could tell that it was a sphere, but you wont be able to see it all in one go as it would fill your vision. It would be like looking at a basketball from less than an inch away.
One notable mathematician who made significant contributions to the concept of volume is Archimedes. He developed the method of exhaustion and was able to calculate the volumes of various shapes, including the sphere and the cylinder. His work laid the foundation for the study of volumes in mathematics.
If you mean volume 22 of Naruto the manga then their are a couple sites were you can get it. You would be able to get volume 22 and other volumes at Viz . com (no spaces) .A different site would be amazon. You could also get them from a bookstore. If you would not like to pay you may be able to check it out at your local library.
if the Strs's cell had grown on the TSY + streptomycin agar plate would you have been able to determine if transformation had take place
You would need to know other physical properties to be able to calculate the length. As you would need to know certain properties to be able to calculate the volume, for instance.
Associative property can be used to find the volume of a prism because you would be able to change the width, height, and length an d you would still get the same answer